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Absolute Motion in Measureless Space

Yury Y. Surin

The calculation of absolute motion in the measureless space of epicyclic systems does not demand the availability of a point of reference. Albert Einstein attempted to find the definition of this motion for the creation of a general theory of relativity. The attempt was unsuccessful because initially the error was incorporated in special relativity theory. Philosophizing about light speed in a rod driving uniformly and in bridge axes of co-ordinates in an Euclidean space the author of special relativity theory has not created a self-contained spatial system in the “imaginary experiment”. We have the capability to correct Einstein’s error and to define the absolute motion for spatial (epicyclic) systems.

Let's unite formulas (1) and (2), in which Einstein has not observed the principle of simultaneity in the system1

tB– tA ═ rAB/с – νsys (1) tА'–tВ═ rAB /с + νsys (2)
tА'– tA ═ 2rAB c /сІ – νsys² (3)

Here "… at instant tA from A the light beam leaves, is mirrored in B in an instant tB and returns back in A' in an instant tA' "
rAB - length of the rod;
νsys - velocity of the system (rod) concerning the point of radiation;
c - velocity of radial front (light) concerning the point of radiation.

Time is the measure of existence, and in the formula the indications of watches are used, which one are momentary events. The information on a momentary event we receive during the time of a signal is indispensable for reception in the brain.

As we see from expression (3), the speed of light and the velocity of the system relate as the hypotenuse and leg.

сІ ═ νsys²+ c ƒ(x,t)

In an "imaginary experiment" the velocity vector of the reflector and the velocity vector of light are in relationship as legs.

Let's construct a diagram of the time-space processes of the system Vo.

wmin и wmax - accordingly velocity of the radial front concerning the surface of the radiator and the surface of the reflector. In Fig.1 we see wmax ≥ с everywhere!!!

Where с - speed of light concerning the point of radiation.

Let's define the travelling speed of the system vsys.

сІ= vsys²+ wmin² (4)

сІ= wmax²–vо² (5)

vо²= (wmax–wmin)²+vsys² (6)

vsys²= сІ sin²α˚= сІ(1– cos²α) (7)

cos²α = wmin²/ с² (8)

From (4), (5) and (6) с²= wmax wmin, (9)

From (7), (8) and (9) vsys = с (1– wmin/wmax )1/2

A radiated field from a surface of the radiator will reach the borders of a spatial system simultaneously, therefore, the next equality will be fair -

wmin/wmax = rmin/rmax = θ , (10)

rmin and rmax – – distances from a surface of the symmetrical radiator up to rims of a system through link in a current of traffic and against it accordingly, that is a perihelion and aphelion of an epicyclic system, so, the formula is possible to copy

vsys = с (1– rmin/rmax ) 1/2 (11)

As it is visible from (11), absolute velocity of motion of an epicyclic system in measureless space is determined by the position of the radiator inside the system concerning rims, as against relative velocity, which is determined concerning the coordinate system.

θ = const for an epicyclic system in constant uniform motion.

The formula is useful for defining the instant of start of a spacecraft, for calculation of the velocity of gravitational fields of planetary systems, for calculation of velocities and trajectories of planetary systems and for the creation of a new relativity theory.

The velocity of a planetary system is easily defined experimentally, and if it is accepted that the speed of light concerning a point of radiation is equivalent to the value of the speed of the gravitational field from a point of radiation, an absolute motion of the solar system in the measureless space is:

 vsys = 299790×( 1– 0,97)1/2 = 51925,15 (km/sec).

For calculation θ of the system, the perihelion and apihelion of the Earth’s orbit are taken. The definition of the velocity of the Solar System can not be calculated in an elementary way. Such a capability will provide a beautiful mathematical envelope with allowance for the influence of all internal spatial systems. The deviation will not be large in relation to the obtained value.

2 Fragment of the report "Measurement and measureless space" on VI International conference at the Institute of the Military Mechanics (now the Baltic University August,24 2000 y St. Petersburg Russia. The mail send with permission of author. Address: Russia, 192286, St. Petersburg, Buharestskaya st, h.67/4 apt.67 Yury Y. Surin ph.7 812 101 74 65, fax 7 812 312 22 37

Wmax/Rmax= tmax Wmin/Rmin=tmin tmax=tmin= t - time of growth of a ray from the surface of a radiator to the boundaries of the system (orbit)